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Crossover-based artificial bee colony algorithm for constrained optimization problems

机译:约束优化问题的基于交叉的人工蜂群算法

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摘要

Artificial bee colony (ABC) algorithm represents one of the most-studied swarm intelligence algorithms. Since the original ABC has been found to be very effective, today there are a lot of improved variants of ABC algorithm used to solve a wide range of hard optimization problems. This paper describes a novel artificial bee colony algorithm for constrained optimization problems. In the proposed algorithm, five modifications are introduced. Firstly, to improve the exploitation abilities of ABC, two different modified ABC search operators are used in employed and onlooker phases, and crossover operator is used in scout phase instead of random search. Secondly, modifications related to dynamic tolerance for handling equality constraints and improved boundary constraint-handling method are employed. The experimental results, obtained by testing on a set of 24 well-known benchmark functions and four widely used engineering design problems, show that the proposed approach can outperform ABC-based approaches for constrained optimization problems in terms of the quality of the results, robustness and convergence speed. Additionally, it provides better results in most cases compared with other state-of-the-art algorithms.
机译:人工蜂群(ABC)算法代表了研究最多的群体智能算法之一。由于已经发现原始的ABC非常有效,因此今天有许多改进的ABC算法变体用于解决各种困难的优化问题。本文介绍了一种用于约束优化问题的新型人工蜂群算法。在提出的算法中,引入了五种修改。首先,为了提高ABC的开发能力,在采用阶段和围观阶段使用了两种不同的改进型ABC搜索运算符,而在侦察阶段使用了交叉运算符来代替随机搜索。其次,采用了与处理等式约束的动态公差相关的修改和改进的边界约束处理方法。通过对一组24个著名的基准函数和四个广泛使用的工程设计问题进行测试而获得的实验结果表明,该方法在结果质量,鲁棒性方面可以胜过基于ABC的约束优化问题方法。和收敛速度。此外,与其他最新算法相比,在大多数情况下它提供了更好的结果。

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